Value indicating the upper and lower limits of the counting, estimation or calculation of occurrences.

Suppose L and U are the lower and upper bounds of the ratio of the gage variance and the total variance, then the lower and the upper bounds for the number of distinct categories are:

The functions lower_inf and upper_inf test for infinite lower and upper bounds of a range, respectively.

You can make a key range that only allows a single key, or one the has a lower or upper bound, or one that has both a lower and upper bound.

The lower and upper bounds, 5.54111 and 6.06444 h belong to years 1095 (A.P. 474) and 1216 (A.P. 595) respectively.

The parentheses or brackets indicate whether the lower and upper bounds are exclusive or inclusive, as described previously.

A key range can have a single value or a range with upper and lower bounds or endpoints.

We prove, among other results, upper and lower bounds on the ratio \(GA/\lambda_1\) as well as a lower bound on the ratio \(GA/\lambda_1^2\).

A range type can hold two values of the same type, which are the lower and upper bounds of the range.

To reach a conclusion from the test, you will need to compare the displayed statistic with lower and upper bounds in a table.

To reach a conclusion from the test, you will need to compare the displayed statistic with lower and upper bounds in a table.

If L and U are outside the range, the lower and upper bounds for the number of distinct categories are missing.

Upper and lower lines track the upper and lower bounds of the 95% Wilson interval.

Value indicating the upper and lower bounds of the height/depth range.

Value indicating the upper and lower bounds of the calorific range of the energy resource.